Kernis CONCERTO WITH ECHOES

Aaron Jay Kernis

CONCERTO WITH ECHOES (2009) for chamber orchestra

Associated Music Publishers, Inc. New York, NY

Aaron Jay Kernis

CONCERTO WITH ECHOES (2009) for chamber orchestra

written for and commissioned by Orpheus as part of The New Brandenburgs

Associated Music Publishers, Inc. New York, NY

Instrumentation 2 Oboes (2 nd doubling English Horn) 2 Bassoons 2 Horns in F Trumpet in C Percussion (1 player) Crotales, Vibraphone, Chimes, 2 Pitched Gongs (E, F#), Medium Tamtam, Medium Suspended Cymbal, Timpani

4 Violas (or multiples) 4 Violoncellos (or multiples) 2 Contrabass (or multiples)

duration circa 17 minutes

Composer’s Note The string parts in Concerto with Echoes were originally written for four violas, four cellos, and 2 basses. In this case much of the time there is one line per player, and to assist with page turns separate performing parts for Viola A1, A2, B1 and B2 have been created. The work can also be performed with up to twice the original number of players on each part, and indications such as 1.solo or 2. solo (or sola), altri and tutti have been added to show the composer's intention if a larger string complement is used. – Aaron J. Kernis

written for and commissioned by Orpheus as part of The New Brandenburgs

Lontano q = 80

Concerto with Echoes I.

              unis.

Viola A

Aaron Jay Kernis (2009)

    



  



                 



  



pp semplice



unis.

Viola B

pp semplice

Violoncello A

 







               unis.

pp

Violoncello B

 







semplice

     unis.

pp

Contrabass

  

6

Vla. A

  



 

Vc. B











poco

                             

pp

Vc. A



                             

pp

Vla. B



semplice

       

poco

               

 

  

 

   





pp





pp

Copyright © 2009 by AJK Music (BMI) International Copyright Secured. All Rights Reserved. All rights administered throughout the World by Associated Music Publishers (BMI) New York, NY Warning: Unauthorized reproduction of this publication is prohibited by Federal law and subject to criminal prosecution.

  

      p poco

     p poco





  pp

  pp

            

2nd edition - 2/18/11

2 tremolo, tip

Vla. A

 12                  

pp

p

 

  

Vla. B



Vc. A

Vc. B





  div.     

   div.

    

pp

p







poco tremolo, tip

  







  

  

 

  





  

   





poco

tremolo, tip

                 

 



 

pp tremolo, tip

   

      pp

  



  

  





 

   



 



poco

   



poco

poch. rit.

19

p pp

Vla. A

   

p pp

p

Vla. B

     p

pp

pp

   

   

 

    

  

pp

Vc. A

pp

Cb.



2nd edition - 2/18/11

sf-f

                   pp ff sf mp



                      off the str.

f

str.  off the                                       sf f pp ff

mp

        pp mp          pp

mp

           



          



ff

ff

sf

sf

                     pp

ff

sf



     





   

 

f



f



       f

                     





   





mp

pp

 

mp

mp

    

Vc. B

                                        pp ff off the str.

     

   

Toccata: Molto allegro q = 126-132

pp



ff

unis.         ff

sf

sf

3

                            24

Vla. A

                     

 



      

        

                  

                                     1.

Vla. B







                Vc. A

    Vc. B





                     

        

 

f

 



      27



        

   

       



                     



Vla. A











       

             





            

  

   



       



      



   f

        

            

                                   

Vla. B









                                 Vc. A

       Vc. B



    

    



  

      

        





  

    

        

           



     

             2nd edition - 2/18/11

4

 29    Vla. A

 



      sf

heavy





 

sf





Vc. A







         



         

sf

sf

sf

sf

sf

sf

f heavy

Vla. A



                heavy



               

       unis.              

Vla. B

f, heavy

        sf

     

Vc. B



 

2nd edition - 2/18/11

sf

sf

unis.      

Vc. A

Cb.



 



31 unis.                  

unis.   

sf

sf

sf

heavy Cb.

sf

                         



   

sf

      sf

sf

sf

sf

sf

                         

    

sf

    







     

   





     

   

sf

sf

             sf

           

sf



sf

  



  



                 

sf

                  

heavy

Vc. B

sf

                         

  

      sf

heavy

Vla. B



sf

     

heavy

     



      

 



           

       

5

Vla. A

33    

sf

               

                

Vc. A

Cb.

       

            poco dim.

    35

Vla. A



         

Vc. B

   

   

Vc. A

Vc. B

 

            

mf

    mf

 

                 

         

mf

             

 

     

 



     

         



     

mf

 

     

 







   

mf

Vla. B

               

poco dim.

sf

  

                  

poco dim.

   

Vla. B

 



longer stroke

              longer stroke

  



   

             longer stroke

Cb.



 



            



          5

2nd edition - 2/18/11

6

                                                5 6 37

Vla. A

cresc.

5

6

molto

3

 3                  6                                 5 6 cresc.

Vla. B

molto

5

5 6       6                                    cresc.

molto

5

Vc. A

cresc.



Vc. B

   

3

   

    

  

  

      



3

3

cresc.

3

3

        molto

    

    



         

6

5

    ff

molto

       



       

   

5

      

cresc.

Cb.

 

       



 

molto

6

   

  

ff

  ff

   39                                     ffsf Vla. A

sf

sf

sf

                                      sf sf sf ffsf

unis.

  

Vla. B

ffsf pizz.



Vc. A

 

ff pizz.

Vc. B



    ff

2nd edition - 2/18/11



                     sf sf

    sf

sf

    

                 

                  

               

                arco

sf

sf

sf

arco



           

sf

sf

sf

sf

7

          41

Vla. A

Vla. B

Vc. A

Vc. B



sf

f

                f  sf                  

cresc.

   

   f

sf



sf

       

     

43     

Vla. A



       



ff

     



Vla. B

  

 

  

Vc. A

  



 



  

      Vc. B



   

  

   

  

    

    

   

         cresc.             



       



cresc.

   

    



          

      



 

 



cresc.

sf heavy on

sf

sf

sf heavy on

sf

sf

sf heavy on

sf

sf

                      

                       ff sf sf sf heavy on                                    sf sf sf ff heavy on                                    sf sf sf ff heavy on                                

ff



                             

ff

       



heavy on                            

     ff

 

cresc.

f

sf



cresc.

                    f sf     sf                cresc. sf f                    f sf                        sf sf cresc. f                      sf

          

           

ff

sf heavy on

       sf

sf

       

sf

                 sf sf

2nd edition - 2/18/11

8 unis.                  45

Vla. A

           

                 

piu ff

                                                                

più ff

             più ff unis.                               piu ff                              più ff                             

Vla. B

Vc. A

Vc. B

 

Cb.





 



        ff         ff

            

normale                        47

f

poco dim.



                           

                       

più ff

 

                         

      

      

 

                 







     ff

  normale                ff f normale                                        poco dim. f ff     normale                               f ff poco dim. normale                        

Vla. A

Vla. B

Vc. A



    dim.

Vc. B

            dim.

Cb.



   

2nd edition - 2/18/11

dim.





       off





    

            mf 

  off     

 

      

    

off

f



 



 

  f



      



mf

ff



      ff



   

f

       mf

 

ff

9

49             

1. sola

Vla. A

f

 

                  



     altri



f

1. sola                 f

Vla. B

 





altri

1. solo

f

 

f

              f

Cb.

  



51

 (1. sola)

      Vla. A

  

 

(1. sola)

    

Vla. B



f

 

   

Cb.

     



  



  













     

 

 











       



       

  









   



    

 

    mf



          

f

 





   

  

         

  



unis.           

mf

mf

 

        

 

tutti



  Vc. B

f

tutti



   

    

       

    

(1. solo)

 

      

altri

tutti



 

Vc. A



f







               

   

1. solo

Vc. B

    

altri



     



f

             

Vc. A





mp



  

mp

   





    





mp

mp



1. solo





 

      

poco f marcato 2. solo

        

poco f marcato 1. solo

        poco f marcato



            f mf 



unis.









sf

2nd edition - 2/18/11

10

54

    



      



1. sola                               poco f

f, marcato

Vla. A

    

 

         

     



     





2. sola                                 poco f f, marcato

       

                      1. sola

poco f

f, marcato

Vla. B

 

       



                            

 







(2. solo)                         

  





                               



          

(1. solo)

Vc. A

(1. solo)

tutti

mp

Vc. B













         



            

mp









mp

Cb.













      

mp 2nd edition - 2/18/11

11 57  



  



1.

 

        



        



          



         



sf

Vla. A

  

Vla. B

    







       



sf

sf



              



               

(1. solo)





f pesante

Vc. A (2. solo)





fpesante

   





       mf

          

1. solo

  



f



f pesante

Vc. B

 

            mf



pizz.

 

 

       

   

f marc.

                           f marc.

  



  



 



   

  

  

 





mf

Cb.



   



          mf

f marc.



 







2nd edition - 2/18/11

12

                             (1. sola)

59

 





tutti, on the str.





tutti,on the str.



(marc.)

p

Vla. A (2. sola)

   

 

                 



(marc.)

                         (marc.)











(1. sola)

 

p

 

tutti, on the str.



p

Vla. B





(1. solo)

  











 

on the str.



p

                        f

pesante

Vc. A (2. solo)

   

  

(1. solo)









                      







        

f pesante

f pesante

         

Vc. B

arco                                  f

   

        

                                 

   

 

cresc.

f

cresc.

   

Cb.

                             f  cresc. 2nd edition - 2/18/11

   

    

13 62                                      

f

Vla. A

                     

Vla. B

                 

   





tutti





  









tutti





tutti

Vc. B

  

                f molto

  

             

sf

sf

sf

sf

                        f

sf

sf

sf

                 f

sf

sf

sf

 

                  

 

                   

 

                  

f

Vc. A

   

sf

                   f

                  

sf

sf

f

sf

sf

f

sf

sf

sf

sf

                         f

sf

sf



f molto Cb.



 

             fmolto

 2nd edition - 2/18/11

14



   

  

        

(on the   str.)    



       

      

str.) (on the    

         

64       

(on the str.)

Vla. A

Vla. B

          

       (on the str.)

 

         

  

          

  

          

on the str.

on the str.

Vc. A

on the str.

Vc. B

 



 Cb.



    

on the str.











       

      

   

      

     

      

   

        



Vla. A

  

unis.





     

        





 

      poco dim.

                 poco dim.  

f





                     fsf

Vc. B

Cb.



 

2nd edition - 2/18/11



   

unis.

f

     fsf



  



 



 

f

mf

  



   



f

mf

 



f

mf

mf

poco dim.

 

   

        



     

mf





          



  

mf

                                 mf fsf unis. mf                                unis.                       

Vc. A

fsf

mf

                 poco dim.  f mf                   



unis.

Vla. B

fsf

mf

               poco dim.

mf

fsf

mf

poco dim. 67

fsf

mf







       

fsf



fsf



 

   

                     mf

fsf

       mf



fsf

                 mf fsf



 

15

 70           

 



cresc.

Vla. A

 

      

   

 

       

 



                                

  

                             

  



   



   



   

 

                               

 



cresc.

sf

           

f molto, pesante



               



                   



sf

         

f molto, pesante

               

    



sf

           

f molto, pesante

f molto, pesante

  





div. pizz.



sf

 



fsf

      

unis. arco

sf

                                                            72

Vla. A

sf

f molto, pesante

cresc.

Cb.

sf

f molto, pesante

cresc.

Vc. B

sf

f molto, pesante



                                       sf f molto, pesante                                        

cresc.

     Vc. A



cresc.

    Vla. B

 

                                

unis.

sf

sf

sf

sf

sf

  unis.                                                    sf sf sf sf sf sf  unis.                                                    sf

Vla. B

Vc. A

sf unis.

           

Vc. B

sf

 Cb.





           



pizz.

 

sf



pizz.

sf



 

  

   

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf



arco

       





arco

        

 

                                       

 

 

 

 

2nd edition - 2/18/11

16

74

   

      sub. p

      

          

cresc.

Vla. A

    

  

  

       

sub. p

     sub. p

    

                   

cresc.

        cresc.

      

        

Vla. B

     

  

  

sub. p

     sub. p

     cresc.

                 

                  

       

cresc.

Vc. A

    

  

sub. p

    

                 

cresc.

                  

                

sfp

Vc. B

                  

               

sfp

    

         

sf

    

       

       

      

      

p sub.

Cb.

       sf

2nd edition - 2/18/11



        p sub.

   





17

                    76

                 f

Vla. A







      

        

                          f

                                  f

Vla. B

 

             

                   Vc. A

 

             

                    f

                f

                 ffp quasi gliss.

A

         fsf Vc. B



        fsf

   

 



        





       

               

ff

 

          

p quasi gliss.

ffp quasi gliss.













fsf



         

mpquasi gliss.

Cb.

    

   fsf



         

mp quasi gliss. 2nd edition - 2/18/11

18

         

    

   

          

    

   

                                

 



78



nondiv.                           

f molto

Vla. A

                  sf

non div.

f molto

sf

cresc.

Vla. B

                                             cresc.

sf

 

  

              

      

    

 

                    

 

            

 

f molto

Vc. A

         

ffp quasi gliss.

ff



Vc. B

unis.

                  



ffp

ff

                





ff



      

mf

ff



      

mf

ff

Cb.



                  ff

2nd edition - 2/18/11





19

               

    

               

    

80

         



 

     

Vla. A

   

         

                            sf

     

          sf

Vla. B



        

                  sf

           

    

               6



             sf

6

ffp

         6

 



3

Vc. A

                  ffp

Vc. B



ff

                ffp

 

non gliss.



          

mf

         sf f molto



           sf

6  6                        6 3

 

ffp





gliss.





ffsfp

   fff

Cb.

 

           

mf

 ffsfp

gliss.





   fff

2nd edition - 2/18/11

20

82

  

      



 



                               ff

Vla. A

             

   

                          

 

ff

            

5                              

5

sf

ffmf

5

Vla. B

                           

5                 

ffmf

5

sf

  

5

6    

ffmf

3

   6



    

                     

6

ffmf

Vc. A 5                  5

          

ffmf quasi gliss.



5

5



                    ffmf

ff

Vc. B

  

6  



ffmf3

     

          6 6

 







ff

gliss.



ffsfp



 



 



fff

Cb.

        

ffsfp

2nd edition - 2/18/11

gliss.





fff



    mf

21

                    

                 

                      

                     

                

               

               

               

84

  Vla. A

p

Vla. B



p

unis.

                 

Vc. A

                 unis.

Vc. B

Cb.





    

            

               





                   

                p

               

                p

86

Vla. A



            

                    

Vla. B

                 

Vc. A

           

   

             

 

p



Vc. B

p

  Cb.



 

 



 

       

          p

          p

                               sf               sf

                 sf

                  sf

2nd edition - 2/18/11

22

unis.

88

Vla. A

 

 





































ffsf

 









 



 



 



 



 













 







 



Vc. A



 

   







   







  sf





  sf



sf

Vc. B

sf







 









 





 









sf



sf









  













   sf





 sf





 



sf



















2nd edition - 2/18/11





















sf



ffsf

 

ffsf

 

ffsf

 

ffsf

Cb.





ffsf

Vla. B















 

ffsf



23

  

II.

Slowly q = 60-63













 













 













  













Horn 1 in F

  













Horn 2 in F

 













  













Oboe 1

Oboe 2 (E. H.)

Bassoon 1

Bassoon 2

Trumpet in C

  

Vibraphone, soft mallets

Percussion





pp







 













Slowly q = 60-63

                                     3 sola

Viola A

mp dolce, non troppo vibr. altri

  



p poco espr.

  



pp

Viola B

Violoncello A

Violoncello B

Contrabass

3

3

3

3

poco a poco cresc.







 

 

 

poco a poco cresc.

 





  















 



 



3

     

3



poco a poco cresc.

     

3

3

pp





 





 



    

 

poco a poco cresc.

 













































 

pp





2nd edition - 2/18/11

24

7



  

Perc.

  

   

 









  

3                 mp 3



mf







3

Vla. A

   

        



  

 







  



      

 











     

 



  



mp

3

3



p



 



p

poco mf

mp

mp

Vla. B

  





 

p

poco mf

mp

solo















         3 3

mf, espr

       3

poco f

3

Vc. A



 



 



 



pp

  

 

p



solo              pp

2nd edition - 2/18/11







mf

3

 



   

  

 



   



 

 







 

 



p

p

(arco)

p

Cb.



mp, echo

            

  

poco mf





        poco mf

Vc. B





pizz.

p





 

25

                         3 3 (sola)

12

mf

3





  

       3

poco f

3

3

Vla. A

    

    

pp



   

    

 



   

    

 



mp

mp

pp

  

 

    mp



 







p

mp







mp

p



Vla. B

mp

pp



 

 

p

   





mp



tutti, non solo

    



mp

Vc. A

     p

   

3

mp



p

3

tutti, pizz.

 

   p

  



pp

  p

      

  







            







arco

3

mp

 



   



p

3

3

mp

Vc. B

  

 

 

   p

 







  

p

 





 

  

 

  

 







mp







mp



p









   mf

     

Cb.

  

arco

p

 mp



 2nd edition - 2/18/11

26

poco rit. 18

Ob. 1



 

Poco più mosso q = 69



 



    3            

(sola)

 

p

3

3

 



  





 

 



3

p

mf

Vla. A





 





  

 





   

 

 

p



 

 

p

poco mf

cresc. poco a poco

cresc. poco a poco

Vla. B





 







  poco mf

Vc. A

       mf

 

 p





p









  





3

solo

        3

3

3

                 3

3

3

3

 

   

 





 

 

  

 

  

  

p

poco mf

 



mf

mf, espr.



 



 

solo p mp espr.

poco mf



 



cresc. poco a poco

Vc. B



 

 

  

 



mf

p

    



 p

cresc. poco a poco

cresc. poco a poco

Cb.

 2nd edition - 2/18/11







       

solo, pizz.

 p

 

3

3

  



 

  

27

23

Ob. 1

   



   Vla. A

 

 

 

3

3

 



 

 

 

 

3

 



   3

ppp

   3



più f



 

   



 





  

  

 





f

 mp, dim.

  

mp, dim.

Vla. B

 

 



    



 

 



 

più f

3

Vc. A

 









   



f

3

                                        3 3

3

3

3

cresc. poco a poco

3

3

3

più f

 

3

3

dim.

  

 



    

  

  

 

   

  

  

  

 

mp, dim.

Vc. B

mp, dim.

mp, dim. Cb.

     3



 3

  3

    cresc.



       

     

     3

mf



 3

dim. 2nd edition - 2/18/11

28 Still, floating h = 33



   27

Ob. 1



p, espr, intimo





Perc.













3

   3

Crotales (stems up, Chimes, (stems down) l.v sempre



ppp sempre











tutti

 

pp

slight accents













 





in free rhythm, not coordinated

Still, floating h = 33

  









  





 



 



Vla. A

 

pp

 



slight accents



pp





Vc. A







3

  

































tutti, non solo

p

pp

tutti          3





pp

 

slight accents

Vla. B

 



  

pp

 























 











 

pp



 

   

Vc. B







pp

  Cb.

 2nd edition - 2/18/11



  3

tutti, unis.









pp

 3





p

arco, unis.

pp





29

Ob. 1

34     



  



mp

Bn. 1

Perc.



3



   



3

 



  



 

 

















 



  

   



  



    

   

   

 

   



    

 







  

  

 

 

 

 



 

 

 

   

  

  

   





      



  





 

p

 





 

  

 ppp





Vla. A

Vla. B

  Vc. A

 



  





 poch. espr.











 





  





 





  





 

Vc. B

Cb.

     



  



  

2nd edition - 2/18/11

30

   39

Ob. 1





 

Bn. 1



  















 



Poco Più mosso h = 40 (q ( = 80)



 





p

Bn. 2











Perc.







   

 

  



Vla. A









 

   





    

mp





 





ppp









pp





p







 



 







 

Poco Più mosso h = 40 (q ( = 80)

  













 



sub. mf

 



  

sub. mf











Vla. B

  Vc. A

   

 















 









   

 

 



Vc. B

Cb.

2nd edition - 2/18/11











unis.

     f

poco espr.



div.



tutti solo











sub. mf



  









 







 



 

31

46

Ob. 1

Bn. 1

Bn. 2

Perc.

  





 





 





 







  













 





 





         

   

mp

mp

Vla. B

  





mf

p



 p

mf

 

  

 mf

p

mf



    

p

                  p



           



mf

mf





p

6                           

     



p

mf

mf-mp

  

mp

     

      

  





mf

mf-mp

mf



     

   

mf

6

  

mf-mp

   

               Vc. A

 

  



     

mf-mp

mf

Vla. A



più f

3

  mf-mp

    

   mf-mp



mf

6



   

p

                  mf





p

Vc. B

Cb.

 





 





  





 



 2nd edition - 2/18/11

32

moving forward gradually

  







50



  

mf



  





  

               

poco f

mf



6

Vla. A





  





mf







   

   poco f

 



mf

            mf





 

   



 



mf

 





mf

f

  







mf



 



mf





           6

mf

Vc. A



      3 fsf

6

  



fsf

           

 

      3

Vla. B



6

   poco f

       3



fsf

6             f



         6

mf

mf

Vc. B

 

Cb.



 

   

mf

 unis.             f

2nd edition - 2/18/11

6

   

 



f

        3 f

3



    



  



33 54         

 

f

    

     

 

  

rit. 5                h = 48

rfz

ff

mp

Vla. A

     f

   3  3               

  

ff

6

6

                  6

     

     

      

più f

  

 

 

5     

mp

rfz

       

     

        

      

ff

5

rfz

mp

Vla. B

        6

      f

 

ff

più f

 

5

rfz

mp

3 5 3                          6 mf 6

 

rfz

ff

Vc. A

          6

      f

 

6 6    3  3                                 6 5 f

mf

     

più f

ff rfz

3

     

 

 

     6            f

3

ff rfz

5

Vc. B

          6

Cb.







6 6 6 3  3  3                                        f 5

mf

 

ff rfz



                  6 3

f

ff

2nd edition - 2/18/11

34 q = 84-88 58

Vla. A

 

               

unis.

f sost.

6

                  f sost.

  Vc. A

6

3

       mf

           3  

 

 3               3 3 3

 

3

f-sfmp

3

 

Vla. B



   

mf

sub. f

mf

3

f

      6

             

     

 unis.)           

     

sub. f

sub. f

      f

2nd edition - 2/18/11

3

f

3

mf f

3

(tutti, unis.)

(tutti,

(tutti, unis.)

    

6

6

      6

3

mf f

3

mf

   3      

 

    



 



3

        3

mf

f



         3

3

     

f

3

3

 

mf

             3

3



                  

       

Vc. B



                   

(tutti, unis.)

Vc. A





mf

  

 

  

f

3

3

3

f-sfmp

 

63

             



f-sfmp

3

Vc. B

Vla. A

           

               3 3

mf



                 

6

 

mf

           

6

unis.

Vla. B

                 

    3

mf

relaxing

      3

   3

   

dim.

     3

dim.

6                          3

3

3

3

3

dim.

6                           3

3

3

3

3

dim.

6                           3

3

3

3

3

dim.

6                          3

3

3

3

3

dim.

35

67

Hn. 1



 

























  







 











cresc.

sord.

mp



Perc.

Vla. A





rit.

 3    



Vla. B

3

   

3

   

3

    

3

unis.

Chimes









3



pp

3

  

Vc. B

        3

3

3

mf

   3

 cresc. poco a poco

 3



 cresc. poco a poco

6

molto (arco)



        6

      



p

molto

   

cresc. poco a poco

6

6

3



p

3

3

unis.



p

pp

3                    

Vc. A

p

Grave h = 38







 

cresc.

  

sord.



mp

C Tpt.

    

sord.



mp



Hn. 2

Grave h = 38

rit.







p



cresc. poco a poco





p

cresc. poco a poco



arco

Cb.



 

pizz.  

   3

 3

p







cresc. poco a poco 2nd edition - 2/18/11

36

73

Ob. 1

 







Ob. 2 (E. H.)

Bn. 2

Hn. 1









 

 

   





 



 

       









 



 



 



 









p



f

f











 







   

   

ff

   





   





ff-f

   

ff

ff-f

               

     

Hn. 2



p



Bn. 1



h = 42

f

  

 







    f



  



senza sord.



3

senza sord.

           3

     

  





 

Perc.

Vla. A

   

Vla. B



Vc. A



Vc. B

  unis.

Cb.



2nd edition - 2/18/11

 

mf



 





 









cresc.

    

    

  



f

f

C Tpt.



   



f







mf

h = 42

    

    

    

  

  



cresc. poco a poco

   

 

 

   



rfz-mfsost.

rfz-mfsost.

cresc. poco a poco

   

cresc. poco a poco

    

   

rfz-mfsost.

rfz-mfsost.

   

rfz-mfsost.

 

cresc. poco a poco





 

cresc. poco a poco

37

79

Ob. 1





 





 



  

 





 





 



  

Ob. 2 (E. H.)

     

Bn. 1

3

Bn. 2

        3

Hn. 1

      

Hn. 2

C Tpt.

più é più pesante

  

  

  

  

   

  

 

3

  





 

3



 

Perc.

  







 













   

   

 



    

 



Vla. A

    Vla. B

           

Vc. A

      

Vc. B

Cb.





         

  

     

 



 

  





 



    

   

più é più pesante

    

 

   





 

 

 

  

 



  



  



  



     

  

    

p

 



p





       















f molto

3



 

       

f molto

3

        

3



 

f molto

 f molto





   

  

 

    

    f       f    



 

Timpani



pp

    

 



3

 





        

  

f

  

  

  

  

 





 

 f

 

     



   

  



 

   

    f      

 



        

     

f

 



f

 

f





f 2nd edition - 2/18/11

38

Ob. 1

86   









Ob. 2 (E. H.)

sfmf

Hn. 1



  

          sfmf

sf, f molto

sfmf

sf, f molto



         











   







  



 

 





 



5





 





 



sf



5

5

       



 

 

sf

sf, f molto

   

   sf



sfmf





sf

sf, f molto

        

Hn. 2

C Tpt.



         

Bn. 1

Bn. 2





 

 

  

5 





  5



 

Perc.

cresc.

Vla. A





 

cresc.



 

cresc.

  

cresc.

  

Vc. A



cresc.

    Vla. B

  

 

cresc.

  



cresc.

Vc. B

  



 



cresc.

Cb.



2nd edition - 2/18/11

cresc.

              

  

   

       fsf     

     

    

     

   

    

 



  

 

               

              





5





 sord. 5



mf 5

    mp        





Pitched Gong



 

5

 

5

 

5

5



5

 

5



     5

    

5

sf

   

Chime f

   

5

mp

6

39 With intensity, molto sost. 91

Ob. 1

  

Ob. 2 (E. H.)



Bn. 1

Bn. 2

Hn. 1

Hn. 2

C Tpt.





 

 

 

 





ff

 

 

 

  ff



 

  ff 



   

ff

 



ff

  



   

sf-f

   ff 

 

 

Vla. A

Vla. B



 3appass.   unis.  3     3           3

Vc. A



   ff

Vc. B



   ff

  

   

3

appass.

      

3

      unis. 3

3

3

3

3

appass.



ff

  

mf



    ff 6

     ff

 

3              3

             5

3  3 3                3

               5

3   3           3

              5

3





3

  ff-f

Cb.





3                   3 3

3

    

 

p Med.Sus. Cym.

3

ff appass. unis.



broadening

3

ff

 

(Gong)

With intensity, molto sost.

 3  3    unis.                



ff-f







ff-f

sf-f

  



 



ff

ff (balance with ob.s)

Perc.

broadening

  ff-f

3

3

 

          5



ff

   ff

 2nd edition - 2/18/11

40

94

Ob. 1

  

Ob. 2 (E. H.)



Bn. 1

Bn. 2

Hn. 1



  



 







        





      







3

        3

    3

  



   



    3

       3

 

Vibes, med. hard mallets

ff

Chime

3

3

   

  

      

3

ff-f

(Gong)

    

2nd edition - 2/18/11

ff-f

ff-f

    

 



ff-f



      



 

 

sf

    

 



3

3

ff-f

sf

      

Cb.



   

 

       3

  

    

Vc. B



ff-f

  

Vc. A

   



  

Vla. B

Più mosso, sostenuto h = 63

allarg.

ff-f

 

Perc.

Vla. A

 

  

Hn. 2

C Tpt.



 



3

   3

     3

 



Più mosso, sostenuto h = 63       3  3                     3 ff intenso 3 3 3

allarg.

    3   3            intenso ff 3 3

   

intenso

   

intenso

    

    

 

3

3

    

 

3

3

        



       3

3















 





3

3

         3

3



41

 

97

Ob. 1

  



  



più f

sfp

 

Ob. 2 (E. H.)



Bn. 1



 



  

sfp

sfp

Bn. 2

Hn. 1





    

Hn. 2

C Tpt.

 

 

  





sfp

Perc.





    sfp



  



   



   

 

   

 

 

 

 

 

 

 

 Vla. A

  



sfp





Vla. B



Vc. A

ff

sfp



 

Vc. B

ff

Cb.







   sfp

p





ff

 

   



più f



più f



   sf

         5

   

         

     

          

   

ff

      

ff

     

5





 



ff



sf

sf

   



          





ff

        5

    

      

5

ff

ff



sf





    

   



 





  



cresc.

cresc.

    cresc.      cresc.      cresc.

      cresc.





   

       cresc. 

   

     

sf

sf

    sf

5

  

      

sf



cresc.

   

5



ff

sf

ff

5

  

       cresc. 

sf

      

5

 

   

sf

   

ff



     

ff

5



non div.

 



più f

sfp

 

       

5



sfp

 



più f

sfp

 

 

   

ff

5

più f

  





più f



           5





 



 

cresc.

cresc.

      cresc.  2nd edition - 2/18/11

42 Savage, sostenuto q = 80

Ob. 1

Ob. 2 (E. H.)

Bn. 1

Bn. 2

Hn. 1

102                fff          fff         fff             fff          

 

Hn. 2

C Tpt.

Perc.

Vla. A

fff

  



sf

     sf   







 







sf



  

sf



   

sf

      









                   sf fff Med. Tam Tam Chimes                            p    Savage, sostenuto fff

                    

Vla. B

  

sf

fff

fff

           fff

          

Vc. B

  

    

    fff

           fff



2nd edition - 2/18/11





6

f

6



6

         f

6

           f

6

f

6

     

   

sf-mf



       sf-mf           sf-mf          sf-mf fltg.                

    

sf-mf fltg.

 

     

sf-mf fltg.



     







  

fff

  

        fff

   

  

fff





6          



sf 6             6

sf

6             6

6                       

fff

   

fff

sf

  

          6 f fff                      

 

    



 

f molto

          f

 

 

            

fff

 

f



sf-mf

q = 80

             fff                

Vc. A



             

fff

Cb.

   

fff

6

      

6              6 sf 6                6 sf 6             

sf

6

6                                 6 f fff 6 sf    div. div.  non div.                

ff sf

sf

fff

6

43



107

Ob. 1

Ob. 2 (E. H.)

Bn. 1

    





















    













           

 











3           











































fff

      

 



 

fff



3

3

fffsf

3

Hn. 1

3

fffsf ord.

fffsf ord.

Hn. 2

C Tpt.

3  3           fffsf         

fff Timp.

Perc.

  

    

 

3

ff

sola



ppp

   3        sf 3    3            sf 3    3            sf 3

Vla. B

Vc. A

   





pp

 

Molto adagio q = 40

    Vla. A

 





3

Bn. 2

Molto adagio q = 40

3    3         sf 3  3            



   

p







 



 







poco cresc.

 



3

Vc. B

Cb.

3

3

sf

3

   

 

pp











       

mf













poco cresc.



poco cresc.

p



 

p

  

 p



 

 

 

 

 mf



p

 p

poco cresc.





 

poco cresc.



pp



      

 

pp unis.





pp





mp



sf

            sf 3 3             sf            



         

poco cresc.

poco cresc.

  

p intimo

 

pp



pp, intimo

pp









pp

ppp

 



 

solo









 

 







 

 



p

p 2nd edition - 2/18/11

44

113

Ob. 1

 













pp



poco rit.

























Hn. 1

 









Hn. 2































Ob. 2 (E. H.)

Bn. 1

Bn. 2

C Tpt.



Perc.

  Vla. A









 

pp







 



  Vla. B

tutti



 











 





poco mf

mp



mp







  



 



 

 



  

 

poco rit.















 

dim. poco a poco

 Vc. A



 

 

  







 

 

 

 



p



pp



dim. poco a poco

   Vc. B

Cb.





2nd edition - 2/18/11



 

  



 



 



dim. poco a poco





dim. poco a poco

 

 

dim. poco a poco

 



  





 







 

   



45

Ob. 1

117   

 

      

     

 







  

  

pp



pp



Hn. 2

 







 







 

   

pp

  

      pp      

Vla. B



 p

p



  

pp

Vc. B





pp

Cb.







pp

dim.



























 

to English Horn

 



  

 

  



 



  

sord. pp sord.

pp













ppp

   

 



































ppp

   

 

    

 

    

 

    

 







   

 

 

 

 

      

  

 

 

 

  

 

 

 

 







dim.

pp

pp

pp

pp dim.



 

Vc. A

   

pp dim.





 

     

p

Vla. A

      



ppp



Vbr., soft mallets

Perc.





con sord.

C Tpt.



 

Bn. 1

Hn. 1

 

     

 

Ob. 2 (E. H.)

Bn. 2



tutti

dim.

dim.

dim.

    

dim.

  

dim.

ppp



ppp



ppp

ppp non div.

ppp non div.

ppp non div.

ppp

ppp

2nd edition - 2/18/11

46

III. Aria- dolente, grazioso q. = 46

Oboe 1

    













 

           soli

p

mp

                                              

English Horn (Ob. 2)

solo

soli

p

mp

  



 



 





 



 



   



 



 





 



 



Horn 1 in F

   



 



 





 



 



Horn 2 in F

 





















   



 



 





 



 



                                  



Bassoon 1

Bassoon 2

Trumpet in C

Aria- dolente, grazioso q. = 46

Viola A

   

con sord. unis.

p

con sord. unis.

  

Viola B

                            

p

poco

mp

      poco

mp



con sord. unis. pizz.

                                                 

Violoncello

p

unis. pizz.

Contrabass

                                                         p

2nd edition - 2/18/11

47

Ob. 1

7       

    

          

       

  

cresc.

Eng. Hn.

                                   cresc.

Bn. 1

 



            

mf, dolce

              





mf, dolce





              

 





             

 

 



p

mp

 



  





Hn. 1

 













Hn. 2













 



  

  

  









  



  



Bn. 2

Vla.

p

mp



p

unis., pizz.



Cb.

                               

arco                          p







senza sord.

p

Vc.

p





arco

 

 







   

mf











 



 



 

2nd edition - 2/18/11

48

            14

Ob. 1

poco rit.

            

  

 



     

             

     

 



     

        

      





         

 



  

mf

p

Eng. Hn.

           

mp

Bn. 1

Bn. 2

Hn. 1

Hn. 2

Vla.

Vc. A

Vc. B

Cb.

    

 

      

   

  

  

   

2nd edition - 2/18/11

mf

p

       



mp







mp

  

p

     

   

  

 

 

        



mp

  

senza sord.

   

   

   

poco meno, sostenuto q. = 40

      

   



  

 













   

  

p

p

   

soli

     

poco rit.

    

 

         

             soli

mp

poco meno, sostenuto q. = 40

       

 



p





   

arco



p

       



       



pizz.

p

mp

p mf

          

p





  

 

          

arco

p

    

arco

p



 

  



  

49

20

Ob. 1

 



 



 



 





























 



 



 











 



 



 







Eng. Hn.

Bn. 1

Bn. 2

Hn. 1



Vla. A

Vla. B

Vc. A

Vc. B

          

    

 

                 mf

            

  

 

      

mp

 







       

 

   

      

      

mf

mp





 







     

mp



  mp

Cb.



                          mf

Hn. 2

with slightly more motion

  

mf

 



with slightly more motion



 

        cresc.

        4

p leg.







4

4

p leg.

       p

4                 cresc. 4

       p

4

leg.

leg.

  

4

          4

4

cresc.

                           4 mp

p leg.

   

        cresc. 4

4

4

(leg.)

(leg.)

        4 (leg.)

         4 (leg.)

 2nd edition - 2/18/11

50

26

Ob. 1



 



  







 



  

Eng. Hn.

 

Bn. 1

Bn. 2

Hn. 1

Hn. 2

Vla. A

accel.

 

   

 

 

      

 

f



 

 



  



 

f

        

 



poco f

poco f







 







 







   



 



      







 



     









 







 



 

3

 



3

Vla. B

 

Vc. A

        5

   



 

Vc. B

    



 



3

mp

Cb.





2nd edition - 2/18/11



 



pizz.





3

mp

cresc.5

3

5

cresc.5

3

5

cresc.

3

7

cresc.

3

7

3

                       3 mf

mp



 

mf

    6          



                    3

mp

pizz.



mf

    6      

mf

 

                 

mp

mf



3

mf

5               3

mf

mf

accel.                  

5                      3 mf 5

mp

 

 

mf



  







    





 

mf

mf

51

29

Ob. 1

  3 3        

Sostenuto e = 100



3  3       



Bn. 1

  



mf 3

Bn. 2

   

   

3

mf

Hn. 1

3   3           



3

  

3

   

           3

Hn. 2

 

3



3

3 3    3         legg.       3 

3 3            3 legg.       

Vc. B

       f

3

    

3 3

   

arco



Cb.



3

mf

   3

mf

f

Sostenuto e = 100



f

                  mf

      







      f







f



  

     

                       f molto

        



f

f

3



f

mf

3 3 3 3                       3   legg.

  

     

            



arco



mf

3 3 3                     3    legg. 3

   

       

f

3

Vc. A

 

                    

f molto

3 3

Vla. B

   



mf

   

3



3 3

Vla. A

   f

f

  

         

f

f

Eng. Hn.

  





mf

f

 

3

    







  

       f







  

f

   3



   

mf

mf

2nd edition - 2/18/11

52

Ob. 1

  





 



 



 



 

  

 





 



 



 



 

        

 



















   

 





























































Bn. 1

p





Eng. Hn.

A tempo q. = 40

 

34

 

mp

Bn. 2

Hn. 1

Hn. 2



    

mp



  



mp

         

mp

A tempo q. = 40

Vla. A

Vla. B

Vc. A

Vc. B

 







 

       

         

mp



                                        mf, dolce

                                    mf, dolce

  



  

     

mf, dolce

         mf, dolce

     

                                   

   

     

 

     



 

     

  

  





 



 



 



 

      

  

  





 



 



 



 



mp

Cb.



2nd edition - 2/18/11

pizz.

mp

53

    



 



 



 







  



















  



 



 



 







   



 



 



 







   



 









41

Ob. 1

Eng. Hn.

Bn. 1

Bn. 2

Hn. 1

Hn. 2

C Tpt.

Vla. A

Vla. B







           

mp

  



 



 

   







 

 

 sord.

Vc. B

  



  

p

poco

                       

 

    

     

                       

 

    

           

     



       

  

  

     

           



       

  

  

     

                         Vc. A



     mp



  

   

                

          



          



mp

mp

mp

mp

 

 

solo

     mf         mp

      

  

  



      

  

  



mp

                   

mp Cb.

   



 



 



 





    pp

       sola

p

 

mf



p

     p

   

p

  

   

   



p

   

p

   p



 



 2nd edition - 2/18/11

54

poco rit.

solo Tempo 1 q. = 46

             

  



                           p mp





 



 





 





      

 



 



 





 





 



 

  



 



 





 





 



 

Hn. 1

 



 



 





 





 



 

Hn. 2





 



 





 





 



 

       

 

47

Ob. 1

Eng. Hn.

Bn. 1

Bn. 2

Tempo 1 q. = 46

    sola                              poco rit.

p

Vla. A



     

         

   

   

dim.

   Vc. A





col altri

p dim.

pp, flaut.

      

 

 



 

  



sola         



























 





 





 





 

 





 





 





 

 





 





 



pp

pp

    

2nd edition - 2/18/11

      



     

sola





    

dim.

 

 

      

    

  

pp, flaut.

   





dim.

Cb.

pp

sola                    



p



     dim.

Vc. B

   

pp

dim.

Vla. B

pp, flaut.

  

dim.



solo

       pp

 

pp

pp





pp, flaut.



 

 

55

     54

Ob. 1

Eng. Hn.

Bn. 1

Bn. 2

Hn. 1

Hn. 2



 

pp

 



 





 

poco rit.

meno e = 104

      



p dolce

                                     





pp





  

















   



















   



 



 





 



     

  



 



 



 



    



   











 













 



poco rit.











 



 meno e = 104

       tutti

p dolce

Vla. A

  

pp

p dolce









tutti   p dolce

      

tutti

p dolce Vla. B

  



 



 





 





tutti



p dolce

                                         pizz.

Vc. A



p

                                                         arco

pizz.

Vc. B

p

p dolce

arco                                                     pizz.

Cb.

p

p

2nd edition - 2/18/11

56

    60

Ob. 1



Eng. Hn.

Hn. 1

Hn. 2





 



  



    







       

Vc. A

Vc. B

Cb.

 

 

   

2nd edition - 2/18/11









   



 





pp

p





 



  

 



 

  

  

p







       

 

          

    

 

 

        

       

con sord.

               

p

 









           

  





 



                



      

p dolce



         

 

  

arco

 



  

  

  





       







p dolce

p

   

Vla. B



     

    

Vla. A

  



  

Bn. 1

Bn. 2

      

  



       

 

 

 



             



 

 

  

 

          

 

   

 



  

       

 



       

  



    

  

 

  

57

      







   



  

  

65

Ob. 1

Eng. Hn.

 

poco meno









    



















pp

pp

Bn. 1

Bn. 2

        

  

            

    

      pp

        pp

Hn. 1

    



    



  



                   



pp



(senza sord.)

Hn. 2

pp

     Vla. A





           

  

  

p

Vla. B

Vc. A

Vc. B

Cb.





                



  

poco meno

pp



pp

              p



pp

              p



pp

              p



 

                 





    

più p

più p

più p

    



   



        



    



pp

              p

più p

   



più p

più p

  

           

mp, dolciss.

  

            mp, dolciss. 



più p 2nd edition - 2/18/11

58

   71

Ob. 1

Eng. Hn.

Bn. 1

Bn. 2

Hn. 1

Hn. 2

dim. poco a poco







 



 















 













  







 



 









 





    



dim.

  

 



dim. poco a poco

Vla. A

  unis.   



dim.

Vla. B

 





   



dim.

Vc. A

     



pp



pp

 p meno

Vc. B

 



   più p

     

     

 p meno

 pp

 



 

 







    

     

    

      



 

 



   

poco

Cb.

   

più p

2nd edition - 2/18/11

    

     

 pp

  

  poco

 

59

     75

Ob. 1

  

Eng. Hn.

Hn. 1

Hn. 2

Vla. A

Vla. B











Cb.

 







lunga



 

ppp

dim.

 

dim.

lunga



lunga







 pizz.

   



p

ppp lunga

 

 

più p





 

pp





 

lunga

    

  

 

lunga





Vc. A

  

 

lunga

rit.

    

Vc. B

 

lunga







 







lunga







 

lunga









  







   

  





  

   

 

  

Bn. 1

Bn. 2

rit.







ppp

dim.



lunga

  p

    p





ppp



dim.

 

dim.

lunga

     











 

 

   





ppp lunga

  









ppp

dim.

2nd edition - 2/18/11